CCSS

These are the resources that support this Common Core Standard.

6.NS.C.8

There are 245 resources.
Title Description Thumbnail Image

Closed Captioned Video: TI-Nspire Mini-Tutorial: Finding the Intersection Point of Two Graphs

In this TI Nspire tutorial, the Graph window is used to graph two functions and finding the point of intersection. This video supports the TI-Nspire Clickpad and Touchpad.

This Mini-Tutorial Video includes a WORKSHEET: https://www.media4math.com/library/worksheet-ti-nspire-mini-tutorial-finding-intersection-point-two-graphs

A Video Transcript is available for this tutorial at this Link.

Note: The download is Media4Math's guide to closed captioned videos.

Other Closed Captioned Videos

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Closed Captioned Video: TI-Nspire Mini-Tutorial: Using the Coordinate TRACE Feature

In this TI Nspire tutorial, the coordinate Trace feature is described and used. This video supports the TI-Nspire Clickpad and Touchpad.

This video includes a Worksheet: https://www.media4math.com/library/worksheet-ti-nspire-mini-tutorial-using-coordinate-trace-feature

A Video Transcript is available for this tutorial at this Link

Note: The download is Media4Math's guide to closed captioned videos.

Other Closed Captioned Videos

To see the complete collection of Closed Captioned Videos, click on this Link

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Math Example: Coordinate Systems: Example 01

Coordinate Systems: Example 1. Graphing coordinates in Quadrant I of a Cartesian Coordinate System.

Note: The download is a JPG file.

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Math Example: Coordinate Systems: Example 02

Coordinate Systems: Example 2. Graphing coordinates in Quadrant II of a Cartesian Coordinate System.

Note: The download is a JPG file.

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Math Example: Coordinate Systems: Example 03

Coordinate Systems: Example 3. Graphing coordinates in Quadrant III of a Cartesian Coordinate System.

Note: The download is a JPG file.

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Math Example: Coordinate Systems: Example 04

Coordinate Systems: Example 4. Graphing coordinates in Quadrant IV of a Cartesian Coordinate System.

Note: The download is a JPG file.

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Math Example: Coordinate Systems: Example 05

Coordinate Systems: Example 5. Graphing coordinates in Quadrants I and II of a Cartesian Coordinate System.

Note: The download is a JPG file.

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Math Example: Coordinate Systems: Example 06

Coordinate Systems: Example 6. Graphing coordinates in Quadrants I and III of a Cartesian Coordinate System.

Note: The download is a JPG file.

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Math Example: Coordinate Systems: Example 07

Coordinate Systems: Example 7. Graphing coordinates in Quadrants I and IV of a Cartesian Coordinate System.

Note: The download is a JPG file.

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Math Example: Coordinate Systems: Example 08

Coordinate Systems: Example 8. Graphing coordinates in Quadrants II and III of a Cartesian Coordinate System.

Note: The download is a JPG file.

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CoordinateSystems8.jpg

Math Example: Coordinate Systems: Example 09

Coordinate Systems: Example 9. Graphing coordinates in Quadrants II and IV of a Cartesian Coordinate System.

Note: The download is a JPG file.

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CoordinateSystems9.jpg

Math Example: Coordinate Systems: Example 10

Coordinate Systems: Example 10. Graphing coordinates in Quadrants III and III of a Cartesian Coordinate System.

Note: The download is a JPG file.

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CoordinateSystems10.jpg

Math Example: Coordinate Systems: Example 11

Coordinate Systems: Example 11. Graphing coordinates on the x-axis of a Cartesian Coordinate System.

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Math Example: Coordinate Systems: Example 12

Coordinate Systems: Example 12. Graphing coordinates on the y-axis of a Cartesian Coordinate System.

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Math Example: Coordinate Systems: Example 13

Coordinate Systems: Example 13. Graphing coordinates on the x-and y-axes of a Cartesian Coordinate System.

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Math Example: Coordinate Systems: Example 14

Coordinate Systems: Example 14. Graphing coordinates on the Polar Coordinate System for angles less than 90°.

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Math Example: Coordinate Systems: Example 15

Coordinate Systems: Example 15. Graphing coordinates on the Polar Coordinate System for angles greater than 90 degrees and less than 180 degrees.

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Math Example: Coordinate Systems: Example 16

Coordinate Systems: Example 16. Graphing coordinates on the Polar Coordinate System for angles greater than 180 degrees and less than 270 degrees.

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Math Example: Coordinate Systems: Example 17

Coordinate Systems: Example 17. Graphing coordinates on the Polar Coordinate System for angles greater than 270 degrees and less than 360 degrees.

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Math Example: Coordinate Systems: Example 18

Coordinate Systems: Example 18. Graphing coordinates on the Polar Coordinate System for negative angles in the range between 270 degrees and less than 360 degrees.

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Math Example: Coordinate Systems: Example 19

Coordinate Systems: Example 19. Graphing coordinates on the Polar Coordinate System for negative angles in the range between 180 degrees and less than 270 degrees.

Note: The download is a JPG file.

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Math Example: Coordinate Systems: Example 20

Coordinate Systems: Example 20. Graphing coordinates on the Polar Coordinate System for negative angles in the range between 90 degrees and less than 180 degrees.

Note: The download is a JPG file.

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Math Example: Coordinate Systems: Example 21

Coordinate Systems: Example 21. Graphing coordinates on the Polar Coordinate System for negative angles in the range between 0 degrees and less than 90 degrees.

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Math Example: Coordinate Systems: Example 22

Coordinate Systems: Example 22. Graphing coordinates in Quadrant I of a Complex Coordinate System.

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Math Example: Coordinate Systems: Example 23

Coordinate Systems: Example 23. Graphing coordinates in Quadrant II of a Complex Coordinate System.

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